An inverted cone with side length 4m is placed on top of the sphere with radius root 2 m so that the centre of its base is 0.5m above the center of the sphere.
-The surface area of the sphere is 8 pi m^2.
-The radius of the cone is (root7) / 2 m
-The area of the curved surface of the cone is 2*root7*pi m^2.
What are the exact dimensions of a box that could precisely fit the cone connected to the sphere?
The answer is root7 * root7 * 1 but I don’t know how to get it?
-The surface area of the sphere is 8 pi m^2.
-The radius of the cone is (root7) / 2 m
-The area of the curved surface of the cone is 2*root7*pi m^2.
What are the exact dimensions of a box that could precisely fit the cone connected to the sphere?
The answer is root7 * root7 * 1 but I don’t know how to get it?